Question

A patient in the hospital is receiving a saline solution through a needle in their arm. The needle is 2.20 cm long, horizontal, with one end in a vein in the arm, and the other end attached to a wide tube that extends down from the bag of solution, which hangs from a pole so that the fluid level is 90.0 cm above the needle. The inner radius of the needle is 0.250 mm. The top of the fluid is exposed to the atmosphere, and the flow rate of the fluid (which has a density of 1025 kg/m3 and a viscosity of 0.0010 Pa s) through the needle is 0.200 L/h. What is the average gauge pressure inside the vein where the needle is? Use g = 9.8 m/s2. Pa Numeric Answer: 9040.5 ---............................................................................................... You are incorrect 9040.5 -

Answer 1

from given deeta = 0.25x10 m l= 2.2x10 m h2o.am 8-10255/3 Q=0.2 x 103 3600 - 5.56x10 By 1a porseilles equation. Pob x 84 Pab = Q(End) (5.56X108) (0.001) 6.2x102) T(0.25x10 374 - 797.8pa - | Pub - Paug + Pg guage - Pab - Po 27908 -(1023)(9:3)(0.4) --8251.91 pa